A microscopic theory derives a temperature-dependent two-level laser model from Lindblad dynamics for Yb:YAG radiation-balanced solar lasers, predicting regimes of net cooling during lasing via quantum-thermal feedback.
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A statistical mixture of Tanh and Swish activations with critical mixing fraction p_c induces a continuous phase transition to scale-invariant signal propagation in deep networks while preserving smoothness.
A quantum-field-based formalism unifies TR-XRD and TR-UED, shows their correspondence, and is demonstrated on laser-driven electron dynamics in graphene.
Negative states dominantly contribute to the diffraction amplitude in the two-photon Kapitza-Dirac effect.
Quantum-mechanical analysis of the Tsirelson inequality in harmonic oscillators shows that generalized uniform precession conditions hold sufficiently well to imply the presence of quantum interference terms.
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Microscopic theory of a radiation-balanced solar laser
A microscopic theory derives a temperature-dependent two-level laser model from Lindblad dynamics for Yb:YAG radiation-balanced solar lasers, predicting regimes of net cooling during lasing via quantum-thermal feedback.
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Competing nonlinearities, criticality, and order-to-chaos transition in deep networks
A statistical mixture of Tanh and Swish activations with critical mixing fraction p_c induces a continuous phase transition to scale-invariant signal propagation in deep networks while preserving smoothness.
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Unified approach to time-resolved x-ray and electron diffraction imaging
A quantum-field-based formalism unifies TR-XRD and TR-UED, shows their correspondence, and is demonstrated on laser-driven electron dynamics in graphene.
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Strong coupling of virtual negative states in the Kapitza-Dirac effect
Negative states dominantly contribute to the diffraction amplitude in the two-photon Kapitza-Dirac effect.
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Assessing the dynamical assumptions in Tsirelson inequality tests of non-classicality in harmonic oscillators
Quantum-mechanical analysis of the Tsirelson inequality in harmonic oscillators shows that generalized uniform precession conditions hold sufficiently well to imply the presence of quantum interference terms.